Proof of the Fundamental Proposition of Arithmetic
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Manuscript Metadata
Resource ID
478
Access
Open
Contributed by
Frederik Wellmann
type of material
A. MS.
Category
MATHEMATICS (MS 1-278)
description
The proposition to be proved: ". . . that the order of sequence in which the things of any collection are counted makes no difference is [in] the result, provided there can be any order of counting in which the count can be completed. "
general index
fundamental proposition of, Mathematics, Qualitative analysis l
pagination
pp. 1-4
Date
1890~?
manuscript number
47
publication
n.p.
topic
MATHEMATICS / THE SIMPLEST MATHEMATICS
manuscript contains non-textual content
no
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